Answer:
PLAN A
Year Cashflow [email protected] PV
$'m $
0 (12.4) 1 (12.4)
1 14.88 0.8905 13.25
NPV 0.85
PLAN B
Year Cashflow [email protected] PV
$'m $'m
0 (12.4) 1 (12.4)
1-20 2.2034 7.3309 16.15
NPV 3.75
Project B should be accepted
Explanation:
In this case, we need to discount the cash inflow of plan A at 12.3% for 1 year and then deduct the initial outlay from the present value of cash inflow. The discount factor could be derived from the present value table.
For plan B, we will discount the cash inflow at 12.3% for 20 years. In this case, we will use the annuity factor for 20 years. Thereafter, we will multiply the cashflow by the annuity factor for 20 years to obtain the present value. The initial outlay will be deducted from the present value so as to obtain the net present value(NPV).
The annuity factor can be obtained from the present value of annuity table.
The project with the higher NPV will be accepted.
Answer:
B
Explanation:
just got it right on edge :)
<span>Game theory is the study of math and
logic behind problems and cooperation. It has logical steps that can be used in
making life choices. In game theory, a dominant strategy of Nash equilibrium
exist. Nash equilibrium is reach when players choose their own dominant strategy
in no unilateral profitable deviation from any other players. In addition, no
players would take action as long as other players remain the same. Therefore,
Nash equilibrium is self-enforcing strategy. </span>
The answer is : $ 212,471.00
Given the Factors :
PV of annuity due of $1: n = 20; i = 6% is 12.15812
PV of ordinary annuity of $1: n = 20; i = 6% is 11.46992
<span>PV of $1: n = 20; i = 6% is 0.31180
</span><span>$12,000.00 × 11.46992* = $ 137,639.00
$240,000.00 × 0.31180** = 74,832.00
$137.639+$74,832.00 = $ 212,471.00 </span>
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